SOLUTION: If I have a rose, a carnation, a tulip, and a daisy; how many different ways are possible if I have a blue vase, a green vase, and a white vase? Since a rose - carnation in a bl

Algebra ->  Permutations -> SOLUTION: If I have a rose, a carnation, a tulip, and a daisy; how many different ways are possible if I have a blue vase, a green vase, and a white vase? Since a rose - carnation in a bl      Log On


   



Question 259864: If I have a rose, a carnation, a tulip, and a daisy; how many different ways are possible if I have a blue vase, a green vase, and a white vase?
Since a rose - carnation in a blue is the same as a carnation - rose in a blue, would this be 4!3!?
Thanks!

Answer by rfadrogane(214) About Me  (Show Source):
You can put this solution on YOUR website!
If I have a rose, a carnation, a tulip, and a daisy; how many different ways are possible if I have a blue vase, a green vase, and a white vase?
Since a rose - carnation in a blue is the same as a carnation - rose in a blue, would this be 4!3!?
Sol'n:
Your sol'n is correct:
N = 4!3! = 144 ways